How to Find Kp,Ki for PI controller from Gain and Time Constant value Given

Hello !
I have a PSIM circuit model where for the PI Controller Gain and Time constant values are mentioned. I would like to use the same values with Matlab PI controller where input is Proportional Gain and Integral Gain( Kp & Ki)
Any method to find Kp and Ki from Gain and Time constant values mentioned ?
Thanks in Advance
Sreeraj Arole

4 Comments

sorry how can we calculate time constant and gain of controller having input and output voltage?
Oh, from the info given in the Answer, you can find and first, and then do the reverse to calculate the critical gain K and the Time Constant, .
I know this sounds like 'begging the question'. But if you have a model, please post a new question with relevant formulas to investigate how to calculate K and , not from trial-and-error tuning until you like the results.
By the way, what are input voltage and output voltage ? You are implying that
my input voltage of cloosed loop boost converter is 24v and out put voltage is 48v
i already designed the simulation of it and i used youtube videos to set proportional to 0.7 and integral to 100 and it works but i want to know from where we can get this values?
I guess that is a part of the system that produce the output from the input .
If your boost converter model is linear, then you can apply the Final Value Theorem learned fron Integral Calculus.
I think is inside the function that you can derive from the Final Value Theorem.
Is the Boost Converter a subsystem of the PSIM circuit? If they are unrelated, please show the mathematical model of the Boost Converter in a New Question.

Sign in to comment.

 Accepted Answer

Simply, the conversion is as follows(Let K denote gain and Ti denote time constant):
K*(1+1/(Ti*s))
is equal to
Kp+Ki/s
If you equate two expressions, then
Kp=K
Ki=K/Ti

More Answers (1)

does anyone know how to tune the PI Controller parameters in inverter-based microgrids ?

Communities

More Answers in the  Power Electronics Control

Products

Release

R2020a

Asked:

on 14 Jan 2021

Answered:

on 30 May 2023

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!